AbstractWe construct a Quillen model structure on the category of spectral categories, where the weak equivalences are the symmetric spectra analogue of the notion of equivalence of categories
per we describe how to lift a model structure on the category of C–enriched categories to the catego...
per we describe how to lift a model structure on the category of C–enriched categories to the catego...
We construct Quillen equivalences on the Quillen model categories of rings, modules and algebras ove...
International audienceWe give sufficient conditions for the existence of a Quillen model structure o...
AbstractWe give two general constructions for the passage from unstable to stable homotopy that appl...
AbstractWe give two general constructions for the passage from unstable to stable homotopy that appl...
AbstractWe show that any category that is enriched, tensored, and cotensored over the category of co...
International audienceWe give sufficient conditions for the existence of a Quillen model structure o...
We prove that every stable, combinatorial model category has a natural enrichment by symmet...
We prove that every stable, combinatorial model category has a natural enrichment by symmet...
AbstractWe show that any category that is enriched, tensored, and cotensored over the category of co...
Model categories have been an important tool in algebraic topology since rst de ned by Quillen. Giv...
AbstractWe show that the monoidal product on the stable homotopy category of spectra is essentially ...
We prove, under mild assumptions, that a Quillen equivalence between symmetric monoidal model catego...
In recent years, spectral algebra or stable homotopical algebra over structured ring spectra has bec...
per we describe how to lift a model structure on the category of C–enriched categories to the catego...
per we describe how to lift a model structure on the category of C–enriched categories to the catego...
We construct Quillen equivalences on the Quillen model categories of rings, modules and algebras ove...
International audienceWe give sufficient conditions for the existence of a Quillen model structure o...
AbstractWe give two general constructions for the passage from unstable to stable homotopy that appl...
AbstractWe give two general constructions for the passage from unstable to stable homotopy that appl...
AbstractWe show that any category that is enriched, tensored, and cotensored over the category of co...
International audienceWe give sufficient conditions for the existence of a Quillen model structure o...
We prove that every stable, combinatorial model category has a natural enrichment by symmet...
We prove that every stable, combinatorial model category has a natural enrichment by symmet...
AbstractWe show that any category that is enriched, tensored, and cotensored over the category of co...
Model categories have been an important tool in algebraic topology since rst de ned by Quillen. Giv...
AbstractWe show that the monoidal product on the stable homotopy category of spectra is essentially ...
We prove, under mild assumptions, that a Quillen equivalence between symmetric monoidal model catego...
In recent years, spectral algebra or stable homotopical algebra over structured ring spectra has bec...
per we describe how to lift a model structure on the category of C–enriched categories to the catego...
per we describe how to lift a model structure on the category of C–enriched categories to the catego...
We construct Quillen equivalences on the Quillen model categories of rings, modules and algebras ove...
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